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间日疟长潜伏期与短潜伏期的分布 被引量:5

ANALYSIS ON MIXED DISTRIBUTION OF TERTIAN MALARIA WITH LONG AND SHORT INCUBATION
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摘要 采用Gram-Charlier级数数学模型、Marquardt非线性最小二乘法,对常德市近年间日疟长潜伏期与短潜伏期分布进行分析,结合气象因素和流行表现,推断本地存在长潜伏期间日疟,它与短潜伏期病例分别形成春末和夏秋两个季节高峰。模型参数对实际分布的拟合优度甚高(P=0.9967),通过回验显示模型具有返回实践的良好效果. The purpose of this paper is to make an epidemiological analysis of the mixed distribution of tertian malaria with long and short incubation by mathematical model. Using the Gram-Charlier series and the Marquardt's nonlinear least square dissecting method and the systematic computerized program for the dissection of mixed samples of tertian malaria with different incubation periods over the past 7 years in Changde City, Hunan Province, and discussing the influence of the climatic factor and epidemic process, it has been inferred that there were two kinds of incubation period of tertian malaria in this city. The long incubation period cases and the short ones have formed seasonal excessive distributions during the late spring and during the summer and autumn, respectively. The parameters estimated from the model had an optimal goodness of fitting to practical distribution (P=0.9967). According to the tests for initial data the model was demonstrated to to effective as there was no statistically significant difference between the theoretical and the actual values.
作者 周文涛
出处 《中国寄生虫学与寄生虫病杂志》 CAS CSCD 北大核心 1990年第1期22-25,共4页 Chinese Journal of Parasitology and Parasitic Diseases
关键词 间日疟 潜伏期 数学模型 Tertian malaria, incubation, mathematical model
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参考文献6

  • 1汪文仁,中国公共卫生,1986年,5卷,4期,36页
  • 2王福彭,中华流行病学杂志,1985年,6卷,23页
  • 3杨岷,中华预防医学杂志,1983年,17卷,275页
  • 4团体著者,中华预防医学杂志,1981年,15卷,140页
  • 5团体著者,实用疟疾学,1978年
  • 6冯康,数值计算方法,1978年

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